R. Corran

most citedNon-crossing partitions of type (e,e,r)

10 citations · 17 across the 2 of their papers we have counts for

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math.GR2004★ 10 cited

Non-crossing partitions of type (e,e,r)

David Bessis, Ruth Corran

We investigate a new lattice of generalised non-crossing partitions, constructed using the geometry of the complex reflection group $G (e, e, r)$ . For the particular case $e = 2$ (resp.…

math.GR2003★ 7 cited

Garside structure for the braid group of G(e,e,r)

David Bessis, Ruth Corran

We give a new presentation of the braid group $B$ of the complex reflection group $G (e, e, r)$ which is positive and homogeneous, and for which the generators map to reflections in t…